Table 4.
|
Artificial data |
Biological data |
||
---|---|---|---|---|
Scenario characteristics | 1st design | 2nd design | 1st design | 2nd design |
Total cost / expectation |
97443.4 |
151629.7 |
210917.0 |
535524.0 |
Total cost / expectation of gains |
60.0 |
358.4 |
53448.0 |
77040.5 |
Total cost / expectation of losses |
38024.0 |
56660.0 |
98376.0 |
187600.5 |
Total cost / expectation of duplications |
26796.0 |
34324.6 |
38286.0 |
44639.6 |
Total cost / expectation of transfers |
32563.4 |
60168.3 |
17887.0 |
223854.8 |
Total cost / expectation of the gain_big events |
0.0 |
118.4 |
2920.0 |
2388.6 |
Running time | <1m | 2m | 15m | 41m |
Input tree data is the same as for Table 3. The tree S is obtained by the supertree building algorithm described in the paper. The degree of ramification k = 10. Individual event costs are as follows: c(dupl)=3, c(loss)=2, c(gain)=12, c(gain_big)=10, c(sleep)=20, c(tr_with)= 17.6, c(tr_without)=19.6. The running time is specified for parallel computations on a 16-CPUs platform. The cost in the second design and the expectation of the total event cost are defined in Table 3 and by formula (6), respectively.